Elements

The purpose of this HTML is to help determine what default settings are with CSS and to make sure that all possible HTML Elements are included in this HTML so as to not miss any possible Elements when designing a site.

Lorem ipsum dolor sit amet, consectetur adipiscing elit. Pellentesque hendrerit lacus ut purus iaculis feugiat. Sed nec tempor elit, quis aliquam neque. Curabitur sed diam eget dolor fermentum semper at eu lorem.

Do not just seek happiness for yourself. Seek happiness for all. Through kindness. Through mercy.

David LevithanWide Awake

NEW: DevDocs now comes with syntax highlighting. http://devdocs.io

Every interaction is both precious and an opportunity to delight.

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alert('Hello World!');
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[rectangle setX: 10 y: 10 width: 20 height: 20];
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_.compact([0, 1, false, 2, '', 3]);
Array.map
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array.map(callback[, thisArg])
_.compactUnderscore.js
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_.compact([0, 1, false, 2, '', 3]);
=> [1, 2, 3]

Raw code

Heading 1

Heading 2

Heading 3

Heading 4

Heading 5
Heading 6

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Paragraph

Lorem ipsum dolor sit amet, test link adipiscing elit. Nullam dignissim convallis est. Quisque aliquam. Donec faucibus. Nunc iaculis suscipit dui. Nam sit amet sem. Aliquam libero nisi, imperdiet at, tincidunt nec, gravida vehicula, nisl. Praesent mattis, massa quis luctus fermentum, turpis mi volutpat justo, eu volutpat enim diam eget metus. Maecenas ornare tortor. Donec sed tellus eget sapien fringilla nonummy. Mauris a ante. Suspendisse quam sem, consequat at, commodo vitae, feugiat in, nunc. Morbi imperdiet augue quis tellus.

“This stylesheet is going to help so freaking much.”
-Blockquote

Lorem ipsum dolor sit amet, emphasis consectetuer adipiscing elit. Nullam dignissim convallis est. Quisque aliquam. Donec faucibus. Nunc iaculis suscipit dui. Nam sit amet sem. Aliquam libero nisi, imperdiet at, tincidunt nec, gravida vehicula, nisl. Praesent mattis, massa quis luctus fermentum, turpis mi volutpat justo, eu volutpat enim diam eget metus. Maecenas ornare tortor. Donec sed tellus eget sapien fringilla nonummy. Mauris a ante. Suspendisse quam sem, consequat at, commodo vitae, feugiat in, nunc. Morbi imperdiet augue quis tellus.

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List Types

Definition List

Item 1
Definition 1
Item 2
Definition 2

Ordered List

  1. List Item 1
  2. List Item 2
  3. List Item 3

Unordered List

  • List Item 1
  • List Item 2
  • List Item 3

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Forms

LegendLorem ipsum dolor sit amet, consectetuer adipiscing elit. Nullam dignissim convallis est. Quisque aliquam. Donec faucibus. Nunc iaculis suscipit dui. Nam sit amet sem. Aliquam libero nisi, imperdiet at, tincidunt nec, gravida vehicula, nisl. Praesent mattis, massa quis luctus fermentum, turpis mi volutpat justo, eu volutpat enim diam eget metus.

Form Element

Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Nullam dignissim convallis est. Quisque aliquam. Donec faucibus. Nunc iaculis suscipit dui.


Radio 1
Radio 2
Radio 3


Radio 1
Radio 2
Radio 3

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Tables

Table Header 1 Table Header 2 Table Header 3
Division 1 Division 2 Division 3
Division 1 Division 2 Division 3
Division 1 Division 2 Division 3

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Misc Stuff

abbr

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Lorem <abbr title="Avenue">AVE</abbr> ipsum dolor sit amet

Lorem AVE ipsum dolor sit amet

acronym

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Lorem <acronym title="National Basketball Association">NBA</acronym> ipsum dolor sit amet

Lorem NBA ipsum dolor sit amet

pre

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<pre>Lorem ipsum dolor sit amet</pre>
Lorem ipsum dolor sit amet

code

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<code>Lorem ipsum dolor sit amet</code>

Lorem ipsum dolor sit amet

sub

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Lorem <sub>subscript</sub> ipsum dolor sit amet

Lorem subscript ipsum dolor sit amet

sup

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Lorem <sup>superscript</sup> dolor sit amet

Lorem superscript dolor sit amet

cite

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Lorem ipsum dolor sit amet

<cite>cite</cite>

Lorem ipsum dolor sit amet

cite

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Syntax Highlight (examples)

  • Python

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    l1 = [1, 2]
    l2 = [3]

    l1 + l2

  • R

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    l1 = list(1, 2)
    l2 = list(3)

    c(l1, l2)

  • JavaScript

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    var l1 = [1, 2]
    var l2 = [3]

    l1.concat(l2)

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Images

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![](copyright-free-images.jpg)

Math Formula

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$$ f(x) = \sum_{i=0}^{\infty}\frac{f^{(i)}(0)}{i!}x^{i} $$

$\frac{f^{(i)}(0)}{i!}x^{i}$ is close to 0 when `i` becomes bigger and bigger

$$ f(x) = \sum_{i=0}^{\infty}\frac{f^{(i)}(0)}{i!}x^{i} $$

$\frac{f^{(i)}(0)}{i!}x^{i}$ is close to 0 when i becomes bigger and bigger

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Video

Youtube

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<iframe width="560" height="315" src="https://www.youtube.com/embed/MD8J4qB4NwI" frameborder="0" allow="autoplay; encrypted-media" allowfullscreen></iframe>

Vimeo

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<iframe src="https://player.vimeo.com/video/148574954" width="640" height="360" frameborder="0" webkitallowfullscreen mozallowfullscreen allowfullscreen></iframe>

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Embeded Code

jsfiddle

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<iframe
  style="width: 100%; height: 300px"
  src="https://jsfiddle.net/zalun/NmudS/embedded/">
</iframe>

Gist

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<script src="https://gist.github.com/metatribal/6259775.js"></script>